Industrial Microbiology INDM 4005 Lecture 10 24/02/04 Microbiology INDM 4005 Lecture 10 24/02/04 4....
Transcript of Industrial Microbiology INDM 4005 Lecture 10 24/02/04 Microbiology INDM 4005 Lecture 10 24/02/04 4....
Industrial Microbiology
INDM 4005
Lecture 10
24/02/04
4. INFLUENCE OF PROCESS VARIABLES
Overview
• Nutrient Limitation
• Cell Immobilisation
4. Influence of process variables
4.1. Kinetics and technology of nutrient limitation
4.1.1. Types of continuous culture;
4.1.2. Kinetics of continuous culture;
4.1.3. Typical pattern of biomass and substrate levels in continuous culture fermenter
4.1.4. Influence of growth constants on biomass behaviour in continuous culture
4.1.5. Application of continuous culture;
4.1.6. Advantages / disadvantages of continuous culture
4.1.7. Modifications of basic chemostat;
4.2. Nutrient limitation also applied in fed-batch
4.2.1. Fed-batch
4.2.2. Industrial application of fed-batch
4.3. Nutrient limitation and cell composition
4.4. Use of continuous culture for calculation of growth kinetics
Overview
Batch Cultures
• Closed systems microorganisms undergo a predictable
pattern of growth characterised by 4 phases
• Describe the 4 phases of growth and the factors
influencing them
• Understand the mathematics of exponential growth
• Define and apply growth parameters (td, m, mmax, k, Ys)
• Describe the Monod relationship and the meaning of ks
4.1. KINETICS AND TECHNOLOGY
OF NUTRIENT LIMITATION
Type of culture;
Batch; m varies during culture cycle
Fed-batch; m is controlled or regulated after a
certain time
Continuous; m is controlled
m reflects the physiological state or intracellular
environment
control m control intracellular environment
Growth in Continuous Culture
• Scientists are trained to conduct experiments in
which only one variable is changed at any one
time
• Continuous culture methods enable constant cell
numbers to be maintained in a constant
chemical environment at specified growth rates
for prolonged periods of time
• In this lecture we will focus on the theoretical
and practical aspects of growth in flow-through
systems
Overflow
Effluent
Fresh medium from
reservoir
Sterile air Flow-rate
regulator
Stirrer
Culture
Set up for Continuous culture
4.1.1. TYPES OF CONTINUOUS CULTURE
Method of control;
Chemostat - regulated by control of
concentration of limiting nutrient
Turbidostat - regulated by biomass using
optical density (photoelectric cell)
Biostat - regulated by systems monitoring
biomass other than optical density (e.g CO2
production)
How can the population density and
growth rate be controlled?
• To regulate the growth rate and density it is necessary to
control the influx of nutrients per unit time
• A distinctive feature of a chemostat is that one nutrient (C,
N, P, energy source, growth factor) is at a low conc
• By selecting the concentration of substrate we can
predetermine a certain microbial growth rate
• After a period of adjustment a steady-state equilibrium is
achieved
• Changing the initial substrate concentrations alters the
population density but growth rate remains unaltered at
the new steady-state
Fermenter configuration
STR
Up-flow
Plugflow
Single-stage
Multi-stage
Cell recycle
Draw diagrams and make notes on the above
CASE STUDY
Re Continuous Culture draw a diagram of a typical
pilot/ laboratory system and an industrial system
Cell
Number
Time in Hours
Steady State
The development of growth in a chemostat
Inoculation mmax
Population density increases
Nutrient limitation causes decrease in m
Growth rate equals loss of cell biomass
Mathematical relationships of
growth in chemostats
• Relationship between growth rate or specific
growth rate and medium flow can be
described mathematically
• The medium flow through the system is
represented by the term dilution rate
D =
D = dilution rate (h-1)
V = culture volume (l)
F = flow rate (l h-1)
F
V
4.1.2. KINETICS OF CONTINUOUS CULTURE
Thus:
• Mass balance or the rate of change of cells in reactor = RATE of
ACCUMULATION minus RATE of LOSS
dX /dt = m.X - D.x
Mass balance of the substrate = INPUT minus LOSS DUE TO
OUTFLOW minus SUBSTRATE USED BY BIOMASS
dS / dt = D. Sr - D. S - m. X / Y X = Total biomass
D = Dilution rate
x = Biomass concentration
m = Specific growth rate
Y = Yield
S = Substrate conc in fermenter
Sr = Substrate conc in reservoir
• The empirically derived equation for the relationship between
specific growth rate and [S] is Monod equation
D = m max . S / (Ks + S)
This is the most basic model for continuous culture
NOTE; When dX / dt = 0 (at steady state) then D = m
• This equation demonstrates how the steady state substrate
concentration in the chemostat is determined by the dilution
rate
INCORPORATE MONOD MODEL
Exponential phase Chemostat
of batch culture operating in
steady-state
Growth rate of culture
Specific growth rate of culture
Biomass
Available nutrients
Culture volume
Toxic metabolites
Constant, Variable, Increasing, Decreasing
Increasing
Constant
Increasing
Decreasing
Constant
Increasing
Constant
Constant
Constant
Constant
Constant
Constant
Batch versus Chemostat
CASE STUDY
A chemostat operating in steady-state at a
dilution rate of 0.25 h-1 sets a limiting nutrient
concentration of 0.6 micromoles l-1. Determine
the Monod constant in suitable units if mmax for
the organism is 0.25 h-1
D = m max . S / (Ks + S)
Rearrange the equation
m max - D
Ks = s
D
(0.6 - 0.25)
Ks = 0.6
0.25
Ks = 0.6 x 1.4
Ks = 0.84 micromoles l-1
THE PERFECT MODEL WOULD REQUIRE AN UNREALISTIC
AMOUNT OF INFORMATION
Simplifying assumptions are made, for example,
Assume that population density has no effect
If D = 0 then batch culture - but no lag period predicted
Transient conditions predicts either stable condition or
wash-out
Assumes all substrate goes to biomass (maintenance!)
No allowance for substrate or product inhibition
In more advanced models these areas must be considered
4.1.3. TYPICAL PATTERN OF BIOMASS AND
SUBSTRATE LEVELS IN CONTINUOUS
CULTURE FERMENTER
CASE STUDY
Plot; steady state substrate concentration
steady state biomass concentration
steady state product concentration
against dilution rate (m) Page 15 Stanbury & Whitaker
4.1.4. INFLUENCE OF GROWTH CONSTANTS
ON BIOMASS
BEHAVIOUR IN CONTINUOUS CULTURE
Influence of low vs high Ks or mmax on biomass or substrate level
Influence of low vs high Ks or mmax of different populations on
competition
DEVIATIONS FROM IDEAL BEHAVIOUR may be due to
Maintenance energy
Synthesis of reserve polymers
Switch to less efficient pathways
Imperfect mixing
Substrate toxicity
Second substrate becomes limiting
4.1.5. APPLICATION OF
CONTINUOUS CULTURE
INDUSTRY;
• Waste-treatment
• Single-cell protein
• Continuous beer production
• Continuous amino acids, organic acids production
• Continuous ethanol
• Continuous bakers yeast
RESEARCH - more important
• Physiology and biochemistry growth rate control
Influence of environmental / process factors on growth and product
formation.
Induction, repression, growth rate, influence of temperature, pH etc.
• Microbial ecology
Selection of slow growing populations
Prey-predator interactions
Competition (e.g plasmid +/-)
• Kinetics
Calculation of growth constants, fermentation data
CASE STUDY
From the literature record some applications of
continuous culture to studies in microbial physiology
and ecology
4.1.6 ADVANTAGES / DISADVANTAGES OF CC
Advantages
• Uniformity of operation
• Process demands are constant
i.e. continuous cycle of sterilisation, fermentation, harvesting, extraction
• Once in steady-state demands re process control are constant
i.e. oxygen demand
Disadvantages
• Susceptibility to contamination
• Duration of run is longer increased chance of contamination
• Strain degeneration arising from large number of generations
• Contamination with "fitter" competitor e.g. lower Ks
OBJECTIVES IN INDUSTRIAL
APPLICATION?
CONTINUOUS PROCESSING
Advantage ?
example beer Residence time of "pint" in brewery
same.
example waste-treatment definite advantage.
EXERT PHYSIOLOGICAL CONTROL
Can use fed-batch which is less demanding
4.1.7. MODIFICATIONS OF BASIC
CHEMOSTAT
• MULTI-STAGE
Different environments or growth rates in the various reactors (e.g.
1st biomass, 2nd product)
• SINGLE STAGE WITH CELL RECYCLE
Application in activated sludge waste-treatment
Relationship between D and m different when recycle used.
EFFECT OF FEEDBACK;
1. Increase biomass conc. in fermenter - lower in effluent
2. Decrease residual substrate
3. Maximise rate of product formation
4. Dcrit is increased - useful when substrate is dilute
F1
SR
X1
S1
V1
FO2
SR2
X2
S2
V2
F2
Chemostats in series
CONTINUOUS CULTURE PRINCIPLES
Also applied in;
• UP-FLOW REACTORS (often with immobilised cells)
• PLUG-FLOW SYSTEMS
4.2. NUTRIENT LIMITATION ALSO
APPLIED IN FED-BATCH
4.2.1 Fed-Batch
Takes advantage of fact that residual substrate
concentration may be maintained at very low levels
Type of continuous culture but volume is not constant.
Quasi-steady state achieved.
CLASSIFICATION OF FED-BATCH
OPERATION
• Without feed-back control - programmed feed-rate
1. Intermittent addition
2. Constant rate
3. Exponentially increased rate
• With feed-back control
1. Indirect feed-back
e.g. respiration rate, dissolved oxygen, pH
2. Direct feed-back
concentration of substrate in culture exerts control
4.2.2 INDUSTRIAL APPLICATION OF FED-BATCH
• Penicillin
Glucose, phenyl acetic acid, ammonia source
• Cephalosporin
Glucose, methionine
• Streptomycin
Glucose, ammonia source
Glutamic acid
Urea, ethanol, (acetic acid)
• Amylase
Carbon source
• Bakers Yeast
Glucose
• Citric acid
Glucose, ammonia
4.3 NUTRIENT LIMITATION and
CELL COMPOSITION
Media can be designed to allow limitation on any essential
nutrient
NUTRIENT LIMITATION EFFECT
CARBON energy supply
NITROGEN or SULPHUR protein synthesis
PHOSPHORUS Nucleic acid synthesis
MAGNESIUM or POTASSIUM Nucleic acid and or
membrane synthesis
4.3 NUTRIENT LIMITATION and
CELL COMPOSITION
THE DEGREE OF LIMITATION INFLUENCES THE
CELL COMPOSITION, for example
CELL SIZE
NUCLEIC ACIDS
CONSEQUENTLY CELLS BEHAVE DIFFERENTLY UNDER
DIFFERENT LIMITATION CONDITIONS;
Repression mechanisms may be removed, for example, antibiotic
production or pigment production under phosphate limitation
4.4. USE OF CONTINUOUS CULTURE FOR
CALCULATION OF GROWTH KINETICS
(1) Calculation of Ks and mmax
(2) Determine variation in yield with growth rate
(3) Calculation of Yg and m, endogenous respiration
(4) m /mmax to compare growth under different conditions
NOTE; growth rate becomes an independent variable in
continuous culture
4.4. USE OF CONTINUOUS CULTURE FOR
CALCULATION OF GROWTH KINETICS
• Use of higher dilution rates can lead to higher
biomass productivity
But result in
• higher substrate concentrations in the effluent and
lower biomass concentrations in the reactor due to
wash-out
• when the dilution rate exceeds the critical dilution rate
then washout occurs
4.4. USE OF CONTINUOUS CULTURE FOR
CALCULATION OF GROWTH KINETICS
• These factors have a number of consequences e.g in
continuous wastewater treatment processes
• The minimum reactor volume is set by the critical dilution rate
• High dilution rates will lead to an effluent containing high
concentration of substrate and the effluent will therefore
contain substrates/wastes and not have been treated
properly
• Low cell concentrations at high dilution rates will also make
the reactor sensitive to inhibitors in the feed. Inhibitors would
cause the specific growth rate of the cells to drop and cause
the cells to washout. The lower the conc of cells, then the
faster the cells will washout
Conclusions
• In this lecture we have seen that a chemostat is a means of providing
nutrient limitation an important process variable
• Mathematical relationships can be used to predict growth and determine
growth parameters such as mmax, Ks, Y
• List the differences between growth in batch and in continuous culture
• Understand the terms steady-state, dilution rate, growth limiting substrate,
Monod constant,
• Describe the principles of fed-batch, biomass feedback, and multi-stage
cultivation
• Give applications for continuous cultivation techniques
• Describe the main practical problems encountered in chemostat operation